Results 21 to 30 of about 7,369,874 (310)
Subharmonicity properties of the Bergman kernel and some other functions associated to pseudoconvex domains [PDF]
, 2005 Let $D$ be a pseudoconvex domain in $\C^k_t\times\Cn_z$ and let $\phi$ be a plurisubharmonic function in $D$. For each $t$ we consider the $n$-dimensional slice of $D$, $D_t=\{z; (t,z)\in D\}$, let $\phi^t$ be the restriction of $\phi$ to $D_t$ and ...
Berndtsson, Bo
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The Univalent Function Created by the Meromorphic Functions Where Defined on the Period Lattice
Communications in Advanced Mathematical Sciences, 2019 The function $ \xi(z)$ is obtained from the logarithmic derivative function $\sigma(z)$. The elliptic function $ \wp(z) $ is also derived from the $ \xi(z) $ function.
Hasan Sahin, İsmet Yıldız
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Measuring the Cosmological Geometry from the Lyman Alpha Forest along Parallel Lines of Sight [PDF]
, 1998 We discuss the feasibility of measuring the cosmological metric using the redshift space correlation function of the Lya forest in multiple lines of sight, as a function of angular and velocity separation. The geometric parameter that is measured is f(z)
Ballinger W. E. +7 more
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A characterization of pseudocompactness
International Journal of Mathematics and Mathematical Sciences, 1981 It is proved here that a completely regular Hausdorff space X is pseudocompact if and only if for any continuous function f from X to a pseudocompact space (or a compact space) Y, f*ϕ is z-ultrafilter whenever ϕ is a z-ultrafilter on X.
Prabduh Ram Misra, Vinodkumar
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SOME RESULTS ON JACK’S LEMMA FOR ANALYTIC FUNCTIONS
Journal of Amasya University the Institute of Sciences and Technology, 2022 In this paper, an upper bound will be found for the second coefficient in the Taylor expansion of the analytical function $p(z)$ using the Jack lemma. Also, the modulus of the angular derivative of the $I_{f}(z)=\frac{zp^{\prime }(z)}{p(z)}$ function on ...
Bülent Nafi Örnek
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A Matrix Integral Solution to [P,Q]=P and Matrix Laplace Transforms [PDF]
, 1996 In this paper we solve the following problems: (i) find two differential operators P and Q satisfying [P,Q]=P, where P flows according to the KP hierarchy \partial P/\partial t_n = [(P^{n/p})_+,P], with p := \ord P\ge 2; (ii) find a matrix integral ...
A. Morozov +32 more
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Hardy’s function Z(t): Results and problems [PDF]
Proceedings of the Steklov Institute of Mathematics, 2017 15 pages.
openaire +3 more sources
Connection between Distribution and Fragmentation Functions [PDF]
, 2000 We show that the quark fragmentation function $D(z)$ and the quark distribution function $q(x)$ are connected in the $z \to 1$ limit by the approximate relation $D(z)/z \simeq q(2-1/z)$, where both quantities are in their physical regions.
Barone, Vincenzo +2 more
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Sufficient conditions for starlikeness associated with parabolic region
International Journal of Mathematics and Mathematical Sciences, 2002 An analytic function f(z)=z+a n+1 z n+1+⋯, defined on the unit disk △={z:|z||w−1|. This class is closely related to the class of uniformly convex functions. Sufficient conditions for function to be in S p are obtained. In particular,
V. Ravichandran +2 more
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On the order of indeterminate moment problems [PDF]
, 2013 For an indeterminate moment problem we denote the orthonormal polynomials by P_n. We study the relation between the growth of the function P(z)=(\sum_{n=0}^\infty|P_n(z)|^2)^{1/2} and summability properties of the sequence (P_n(z)).
Berg, Christian, Szwarc, Ryszard
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